poppr (version 2.3.0)

diversity_stats: Produce a table of diversity statistics

Description

Calculate diversity statistics on a matrix containing counts of multilocus genotypes per population.

Usage

diversity_stats(z, H = TRUE, G = TRUE, lambda = TRUE, E5 = TRUE, ...)

Arguments

z

a table of integers representing counts of MLGs (columns) per population (rows)

H

logical whether or not to calculate Shannon's index

G

logical whether or not to calculate Stoddart and Taylor's index (aka inverse Simpson's index).

lambda

logical whether or not to calculate Simpson's index

E5

logical whether or not to calculate Evenness

...

any functions that can be calculated on a vector or matrix of genotype counts.

Value

a numeric matrix giving statistics (columns) for each population (rows).

Details

This function will calculate any diversity statistic for counts of multilocus genotypes per population. This does not count allelic diversity. The calculations of H, G, and lambda are all performed by diversity. E5 is calculated as $$E_{5} = \frac{(1/\lambda) - 1}{e^{H} - 1}$$.

See Also

diversity_boot diversity_ci poppr

Examples

library(poppr)
data(Pinf)
tab <- mlg.table(Pinf, plot = FALSE)
diversity_stats(tab)
## Not run: 
# # Example using the poweRlaw package to calculate the negative slope of the
# # Pareto distribution.
# 
# library("poweRlaw")
# power_law_beta <- function(x){
#   xpow <- displ(x[x > 0])                 # Generate the distribution
#   xpow$setPars(estimate_pars(xpow))       # Estimate the parameters
#   xdat <- plot(xpow, draw = FALSE)        # Extract the data
#   xlm <- lm(log(y) ~ log(x), data = xdat) # Run log-log linear model for slope
#   return(-coef(xlm)[2])
# }
# 
# Beta <- function(x){
#   x <- drop(as.matrix(x))
#   if (length(dim(x)) > 1){
#     res <- apply(x, 1, power_law_beta)
#   } else {
#     res <- power_law_beta(x)
#   }
#   return(res)
# }
# 
# diversity_stats(tab, B = Beta)
# ## End(Not run)